AbstractLet M be a manifold without boundary and ƒ:M→Y be a cellular map. Let C(M) be the function space of all maps from M onto itself. It is shown that dim Y<∞ iff there exists a map ø:Y→C(M) such that øy shrinks f-1(y) for each y ϵ Y
Dado un espacio topológico punteado A, E. Dror-Farjoun introduce en 1995 la noción de A-homotopía, d...
Dado un espacio topológico punteado A, E. Dror-Farjoun introduce en 1995 la noción de A-homotopía, d...
AbstractWe use independent matrices to inductively construct a dense subset, Y, of N∗. The space N ∪...
AbstractLet M be a manifold without boundary and ƒ:M→Y be a cellular map. Let C(M) be the function s...
Cellular mappings of a manifold onto itself possess many properties of homeomorphisms. In particular...
The setting for this note involves a closed subset X of an n-manifold without boundary M (n • 5), wh...
AbstractA compact subset X of a polyhedron P is cellular in P if there is a pseudoisotropy of P shri...
In this paper we examine the topological characteristics of the set of all mappings which are realiz...
AbstractIt is shown that an image X of a product of Lindelöf Σ-spaces or of a countably compact (eve...
summary:We consider $M$-mappings which include continuous mappings of spaces onto topological groups...
summary:We consider $M$-mappings which include continuous mappings of spaces onto topological groups...
AbstractSuppose X and Y are locally compact finite dimensional metric spaces and f:X ↠ Y is a map. T...
AbstractEilenberg proved that if a compact space X admits a zero-dimensional map f:X→Y, where Y is m...
AbstractFor each n greater than 4 and for each positive k less than n, examples of generalized n-man...
AbstractA metrizable space X is the cell-like image of a metrizable space Z of dimension ⩽ n iff the...
Dado un espacio topológico punteado A, E. Dror-Farjoun introduce en 1995 la noción de A-homotopía, d...
Dado un espacio topológico punteado A, E. Dror-Farjoun introduce en 1995 la noción de A-homotopía, d...
AbstractWe use independent matrices to inductively construct a dense subset, Y, of N∗. The space N ∪...
AbstractLet M be a manifold without boundary and ƒ:M→Y be a cellular map. Let C(M) be the function s...
Cellular mappings of a manifold onto itself possess many properties of homeomorphisms. In particular...
The setting for this note involves a closed subset X of an n-manifold without boundary M (n • 5), wh...
AbstractA compact subset X of a polyhedron P is cellular in P if there is a pseudoisotropy of P shri...
In this paper we examine the topological characteristics of the set of all mappings which are realiz...
AbstractIt is shown that an image X of a product of Lindelöf Σ-spaces or of a countably compact (eve...
summary:We consider $M$-mappings which include continuous mappings of spaces onto topological groups...
summary:We consider $M$-mappings which include continuous mappings of spaces onto topological groups...
AbstractSuppose X and Y are locally compact finite dimensional metric spaces and f:X ↠ Y is a map. T...
AbstractEilenberg proved that if a compact space X admits a zero-dimensional map f:X→Y, where Y is m...
AbstractFor each n greater than 4 and for each positive k less than n, examples of generalized n-man...
AbstractA metrizable space X is the cell-like image of a metrizable space Z of dimension ⩽ n iff the...
Dado un espacio topológico punteado A, E. Dror-Farjoun introduce en 1995 la noción de A-homotopía, d...
Dado un espacio topológico punteado A, E. Dror-Farjoun introduce en 1995 la noción de A-homotopía, d...
AbstractWe use independent matrices to inductively construct a dense subset, Y, of N∗. The space N ∪...
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